K13 form factors are studied in the analytic hard-meson framework. The Gell-Mann-Oakes-Renner model for chiral SL1(3) x SL1(3) symmetry breaking is employed to determine the so called o-terms and current divergences. PCAC is used for the n-and k-mesons, and two-particle unitarity is used for the l-a
Unitarized hard-meson calculation of Kl3 form factors
β Scribed by Ahmed Ali; M.S.K. Razmi; Faheem Hussain
- Publisher
- Elsevier Science
- Year
- 1974
- Tongue
- English
- Weight
- 771 KB
- Volume
- 87
- Category
- Article
- ISSN
- 0003-4916
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β¦ Synopsis
K, form factors are studied in the analytic hard-meson framework. The Cell-Mann-Oak&-Renner model for chiral Su(3) y SLI(3) symmetry breaking is employed to determine the so called u-terms and current divergences. PCAC is used for the n-and i(mesons, and two-particle unitarity is used for the I-and 0+ channels. The results depend on the Kappa-meson mass. Results are presented for the slope of the divergence form factor h, , the ratio f = f_(O)/'+(O), and the width of the Kappa meson, for rnK = 900 and 1100 MeV. It is found that the K has a large width, and the prediction for X, and 5 are in quantitative agreement with the recent experiments. * This is a revised version of the international Center for Theoretical Physics, Triete, Preprint IC/72/91.
π SIMILAR VOLUMES
K, form factors are studied in an analytic hard-meson approach, using the (8,8) mod;1 of chiral SU(3) @ SU( 3) symmetry breaking. The divergence form factor is required to show resonance behavior near the kappa meson mass. The ensuing resonance conditions are used to express &, , the slope of the di